# the Consequence of the theorem of existence of mutual influence of innovations

On the basis of the theorem the consequence which results supply construction of a management method by process of distribution of innovations is formulated.

Consequence. About settlement factor of interaction.

The settlement factor of interaction considering subject essence of an innovative product. It is used for definition of degree of interaction of innovative products at the stage of portfolio formation

Innovative projects U _ {u_{1}, u_{2}..., u_{n}] or at start of products of innovative projects on market E.

Let's designate a portfolio of innovative projects which is generated disregarding mutual influence of projects as U _ {u_{1}, u_{2}..., u_{n}]. In a portfolio an expert method groups of dependent projects on immaterial resources emerge. Set of such groups we will designate as Z ⊆ U:

- Groups of dependent projects are not crossed: Z_{fe} ∩ Zj _ 0, to ≠ j, k, j _ 1,2..., ζ, to and j - serial numbers of groups of dependent projects, ζ - quantity of groups of dependent projects, 1 ≤ ζ ≤ п/2;

- _{Group Zfesostoit} of projects: Z_{fe}_ {z_{k1}..., z_{km}..., z_{k ε}}, m - a serial number of the dependent project, t _ 1,2..., ε, ε - quantity of dependent projects in group, 1 0.

For the decision of a problem of drawing up of the time-table it is important to consider also, this influence on change of time for completion of the project z _{ι} concerning time for completion of projects Z_{kl} is how much great: f _ f_{k} - f _{ι}, f∈^{r}L.С the factor is designated by the account of it as a_{k} _{l}j, a_{k} _{l}j> 0.

If a_{k}, _{l}j 1 subgroup Z_{kl} makes positive impact. At a_{k} _{l}j _1 influences are not present.

On an exit the diagonal matrix (table 2.4) is received.

Table 2.4 - Account of factor of interaction

Definition of immaterial resources leads to introduction in the passport of the project of factor of the interaction depending on parametres, entered in paragraph 1.1:

Where

- Appointment of innovation G: identical, has the crossing different. If crossing is not present, interference is not considered further;

- Category of innovation C: in what part of life cycle of the goods the innovation (an innovation of an end-product, processes, procedures, cycles) is realised;

- Innovation class About: size of made changes (modifying, improving, proryvnaja, integrating);

- Scale of innovation M: a parity of size of made changes to size of realised production (global, local).

The indicated parametres (the formula 2.14) describe essence of products of innovative projects and expand characteristics of the passport of the project. Definition of factor of interaction is carried out by experts for a concrete portfolio of innovative projects. Factor a_{k}ιявляется function of many parametres. The expert estimation in this case should be executed on iterative algorithm (paragraph 3.2 see).

## More on topic the Consequence of the theorem of existence of mutual influence of innovations:

- the Theorem of existence of mutual influence of innovations
- Chapter 2 Mutual influence of innovations in the course of their distribution
- TSvetkova Hope Andreevna. MODELS And the MANAGEMENT METHOD PROCESS of DISTRIBUTION of INNOVATIONS With allowance for THEIR MUTUAL INFLUENCE In SOCIAL AND ECONOMIC SYSTEMS. The DISSERTATION on competition of a scientific degree of a Cand.Tech.Sci. St.-Petersburg - 2018, 2018
- 2.6. Rejderstvo in the light of theorem Kouza
- 2.8 Definition of the capacity spent for movement of particles of a material taking into account mutual influence of counter streams
- I.Bezopasnost of existence of Mongolia 20.
- § 1.4. Influence on financial relations in the field of mutual delegation of powers obshchepravovyh principles and principles of the financial (budgetary) right
- comparison of methods DFT and MP2, the theorem account viriala, an estimation of an error of incompleteness of basis.
- 1.3 Mathematical models of distribution of innovations
- Interaction of innovations
- § 1.1. Sphere of existence of corporate legal relations
- Ecological a consequence.
- 3.1. Inquiry and a consequence
- 1.2. Mutual relations between economic agents in the course of a corporate governance the enterprise and transaktsionnye costs of investors 1.2.1. Structure of economic agents and a basis of their mutual relations